跨度(工程)
架空(工程)
电力传输
直线(几何图形)
输电线路
非线性系统
刚度
有限元法
导线
结构工程
数学分析
物理
工程类
数学
电气工程
几何学
量子力学
作者
Mehran Keshavarzian,Charles H. Priebe
标识
DOI:10.1109/pess.2000.867387
摘要
Summary form only given as follows. The ruling span concept is widely used to calculate sags and tensions for new overhead transmission lines and for upgrading existing lines. It provides satisfactory results for a level line with relatively uniform spans at any temperature, or for any span length of a level line at low temperature. The ruling span concept may result in an unacceptable error if it is used to calculate sags and tensions in a line segment with significantly unequal spans at high temperature. This paper presents a method to calculate sags and tensions of multi-span line segments at different temperatures based on the rotational stiffness of suspension insulator strings. A simple equation, based on the parabolic approximation is derived to calculate changes in the span lengths and conductor sags and tensions. The method follows the ruling span concept but relaxes the fundamental assumption of the ruling span method. The accuracy of the method is compared with the more complex, nonlinear, finite element method.
科研通智能强力驱动
Strongly Powered by AbleSci AI